| Product Number | 4257-1-0C |
| CAS | 111900-31-3 |
| MDL Number | MFCD00153760 |
| Molecular Formula | C7H11NO4 |
| Molecular Weight | 173.168 |
| Units | Price (USD) | Availability |
|---|
PN: 4257-1-0F
CAS: 67684-64-4
Molecule Weight: 173.168
Formula: C7H11NO4
PN: 4257-1-0C
CAS: 111900-31-3
Molecule Weight: 173.168
Formula: C7H11NO4
![(1R,2S)-2-[(1S)-1-Amino-2-hydroxy-2-oxoethyl]cyclopropanecarboxylic acid](data:image/png;base64,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)
PN: 4257-1-0D
CAS: 117857-95-1
Molecule Weight: 159.141
Formula: C6H9NO4
PN: 4257-1-09
CAS: 71830-08-5
Molecule Weight: 129.159
Formula: C6H11NO2
PN: 4257-5-04
CAS: 1203306-05-1
Molecule Weight: 165.62
Formula: C6H12ClNO2
![(R)-3-(Amino(carboxy)methyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 4257-1-R9
CAS: 180465-05-8
Molecule Weight: 185.179
Formula: C8H11NO4
![(S)-3-(Amino(carboxy)methyl)bicyclo[1.1.1]pentane-1-carboxylic acid](data:image/png;base64,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)
PN: 4257-1-S9
CAS: 180465-02-5
Molecule Weight: 185.179
Formula: C8H11NO4
PN: 4157-1-0H
CAS: 1784008-19-0
Molecule Weight: 203.238
Formula: C9H17NO4
TSCA: Not listed on TSCA inventory